#GLF 1.0
#D Diagonal sawtooth with expansion factor 6
#D Population is unbounded but does not tend to infinity.  Its graph is
#D a sawtooth function with ever-increasing teeth.  More specifically,
#D the population in generation  t = 8*6^n - 216  (n >= 2)  is  t/36 + 558,
#D but the population in generation  32*6^n - 429  (n >= 2)  is only  469.
#D Dean Hickerson, dean@ucdmath.ucdavis.edu  5/14/91
x = -56, y = -35, width = 98, height = 93
28b3o$27bo3bo$26bo4bo8boo3b3o$26bobbobo7b4o$26boobobo6bo3boo$28boobobb
o4boobobo$18b3o9boobbo$17bobbo10b3o13bo6boo$16bo4bo22bobbo6bo$16bobb3o
23b3o$16bo5bo$17b7o$23bo$23bo$21boo$62boo$62bo$$24b3obo$24b3obo$25bo8b
oo$26bo3b3oboo$27bo6bo$28bobobobo35boo$29bo40bo9bo$61bo16b3o$bb3o55bob
o14bo$bo3bo53booboo13boo$o4bo53booboo$obbobo52b3o$oobobo52b3o3bo$bboob
obbo50boo$4boobbo50bobo$5b3o64boo3boo$72bobobobo$73b5o$74b3o$75bo3$47b
oo$45b6o$44b6o$43bo6bo26boo$44b3o30bo$8boo35boo31b3o$8bo39bo8bo22bo$
53boobboob3o$53bo5b4o$57boo$$35bo15bo29bobbo$34bobo12b3o28bo3boobboo$
16boo15booboo10bo31bo7bo$16bo16booboo10boo19bo11b4o8boo$32b3o32b3o23bo
$32b3o3bo27bo12bo$33boo31boo3bo6boo$33bobo35b3o4bobo$74bo$73boo$24boo
17boo3boo$24bo27b3o$43bo5bo4bo6boo3boo$53bo8b5o$44booboo14b3o$46bo17bo
8boo3boo12b5o$58b3o12bo5bo11bob3obo$58bo33bo3bo$48bo10bo14bo3bo14b3o$
47bobo25b3o16bo$46bo3bo41boo$46b5o40bobo$45boo3boo39bobo$46b5o41bo$47b
3o11b3o$48bo$61bobo14bo10booboboo$60b5o11booboo8bo5bo$59boo3boo24bo3bo
$59boo3boo9bo5bo9b3o$$75boo3boo3$48boo$48bo$$61boo28boo$61bo29bo$$78b
oo$78bo!
